Oblique derivative problems for degenerate linear second-order
elliptic equations in a 3-dimensional bounded domain with a
boundary conical point

Mariusz Bodzioch
Abstract:
We investigate the behavior of strong solutions to
oblique derivative problems for degenerate linear second-order
elliptic equations in a 3-dimensional bounded domain with a
boundary conical point.
We obtain estimates for the local and global solutions
and find the best exponents of the continuity at
the conical boundary point.